# Search results for: Hongliang Lu

American Journal of Physical Anthropology > 173 > 4 > 671 - 696

Advanced Materials > 32 > 30 > n/a - n/a

Angewandte Chemie > 132 > 23 > 8958 - 8964

Angewandte Chemie International Edition > 59 > 23 > 8873 - 8879

Journal of Graph Theory > 94 > 3 > 307 - 319

Journal of Graph Theory > 92 > 3 > 207 - 229

Nanoscale Research Letters > 2019 > 14 > 1 > 1-9

Graphs and Combinatorics > 2019 > 35 > 1 > 195-200

*r*-graphs

*G*on

*n*vertices, the edge set

*E*(

*G*) can be partitioned into at most $$\phi _H^r(n)$$ ϕ H r ( n ) parts, of which every part either is a single edge or forms an

*r*-graph isomorphic to

*H*. The function $$\phi ^2_H(n)$$ ϕ H 2 ( n ) has been well studied in literature, but for the case...

Nuclear Science and Techniques > 2018 > 29 > 12 > 1-6

Journal of Graph Theory > 88 > 2 > 284 - 293

*H*, let ${\delta}_{1}\left(H\right)$ denote the minimum vertex degree in

*H*. Kühn, Osthus, and Treglown proved that, for any sufficiently large integer

*n*with $n\equiv 0\phantom{\rule{0ex}{0ex}}(mod\phantom{\rule{0ex}{0ex}}3)$, if

*H*is a 3‐uniform hypergraph with order

*n*and ${\delta}_{1}\left(H\right)>\left(\frac{n-1}{2}\right)-\left(\frac{2n/3}{2}\right)$ then

*H*has a perfect matching, and this bound on ${\delta}_{1}\left(H\right)$ is best possible. In this article, we show that under the same conditions,

*H*contains at least $\lceil (2n+3)/9\rceil $ pairwise...

IEEE Transactions on Electron Devices > 2018 > 65 > 1 > 299 - 307

Discrete Mathematics > 2018 > 341 > 1 > 244-252

Advanced Functional Materials > 27 > 47 > n/a - n/a

_{2}nanofibers with Ω‐shaped ZnO shell (SnO

_{2}@ZnO) is fabricated. With 87.4% transmittance at 550 nm, SnO

_{2}@ZnO PD exhibits a high photo‐to‐dark current ratio up to 10

^{4}at around 280 nm. Owing to the additional Ω‐shaped ZnO...

Chinese Chemical Letters > 2017 > 28 > 12 > 2285-2289

Microelectronics Reliability > 2017 > 79 > C > 231-238

Scientia Horticulturae > 2017 > 224 > C > 215-218

Archaeological and Anthropological Sciences > 2018 > 10 > 8 > 2015-2026

Discrete Mathematics > 2017 > 340 > 5 > 1136-1142

Discrete Mathematics > 2017 > 340 > 3 > 305-310

Quaternary International > 2016 > 426 > C > 107-119